The　problem　of　designing　a　dissipative　fuzzy　filter　is　addressed　for　a　class　of　nonlinear　systems　with　multiple　packet　dropouts.　The　Takagi　and　Sugeno(T-S)　fuzzy　model　is　employed　to　represent　a　discrete-time　nonlinear　system,　and　the　multiple　packet　dropouts　in　measurements　are　described　by　a　binary　switching　sequence　satisfying　a　conditional　probability　distribution.　Based　on　a　linear　matrix　inequality(LMI)　approach,　we　develop　a　fuzzy　dissipative　filter　which　guarantees　that　the　filter-error　systems　are　exponentially　mean-square　stable　and　with　strict　dissipativeness.　A　numerical　example　is　provided　to　illustrate　the　design　developed　in　this　paper.